1817 Friars Tale LN Active Save Request In-Person Tour Request Virtual Tour
Austin,TX 78748
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Sale
Square Footage 1,271 sqft
Price per Sqft $298
Subdivision Canterbury Trails Sec 03
MLS Listing ID 8201542
Bedrooms 3
Full Baths 2
HOA Fees $17/qua
Year Built 1999
Annual Tax Amount $5,206
Tax Year 2024
Lot Size 6,176 Sqft
Property Sub-Type Single Family Residence
Property Description
This one story home/property has had robust updating over the past year and is beautifully turn-key and ready for its new owner! Located in the Canterbury Trails neighborhood of South Austin, 1817 Friars Tale Ln offers residents convenient access to a variety of key businesses and amenities within a one-mile radius. Featuring HEB, Gyms, Schools, endless dining and the vibrant destination Manchac live music, family and bar attractions. Additionally, residents can enjoy outdoor recreational activities at local parks and hiking/walking/biking trails such as Canterbury Trails, Bauerle Ranch Park and Mary Moore Searight Metropolitan Park.
Location
State TX
County Travis
Interior
Heating Central
Cooling Central Air
Flooring Laminate,Tile
Fireplaces Number 1
Fireplaces Type Living Room
Exterior
Exterior Feature Private Yard
Garage Spaces 2.0
Fence Back Yard,Brick,Fenced,Wood
Pool None
Community Features Cluster Mailbox,Park,Playground,Trail(s)
Utilities Available Cable Connected,Electricity Connected,Natural Gas Available,Phone Available,Sewer Connected,Water Connected
Waterfront Description None
View None
Roof Type Composition
Building
Lot Description Back Yard,Front Yard,Landscaped,Level,Xeriscape
Foundation Slab
Sewer Public Sewer
Water Public
Structure Type Brick
New Construction No
Schools
Elementary Schools Menchaca
Middle Schools Paredes
High Schools Akins
School District Austin Isd
Others
Special Listing Condition Standard
Virtual Tour https://kuula.co/share/collection/7bdXh?logo=0&info=0&fs=1&vr=1&gyro=0&initload=0&thumbs=1